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首页> 外文期刊>International Journal of Quantum Chemistry >Ewald summations in systems with two-dimensional periodicity
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Ewald summations in systems with two-dimensional periodicity

机译:具有二维周期性的系统中的Ewald求和

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This study presents formulas for the electrostatic energy of lattices with two-dimensional periodicity, based on Fourier representations and alternatively on the Ewald procedure for convergence acceleration The work extends the contributions of previous investigators by taking full advantage of plane-group symmetry and by providing analytical formulas for all derivatives of the energy through second order. The derivatives considered include those with respect to the positions of all charges within the unit cell, those with respect to the lattice vectors (cell deformations), and those involving both types of variables. (C) 1998 John Wiley & Sons, Inc. [References: 22]
机译:本研究基于傅立叶表示或基于Ewald收敛收敛的方法,提出了具有二维周期性的晶格静电能的公式。该工作通过充分利用平面群对称性并提供了解析性,扩展了先前研究人员的贡献。通过二阶能量的所有导数的公式。考虑的导数包括关于晶胞内所有电荷的位置的导数,关于晶格矢量(单元变形)的导数以及涉及两种类型的变量的导数。 (C)1998 John Wiley&Sons,Inc. [参考:22]

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